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This paper is concerned with a class of biharmonic elliptic differential inclusion in \begin{document}$ \mathbb R^N $\end{document} . Under various growth conditions on the nonlinearity, new results on existence and… Click to show full abstract
This paper is concerned with a class of biharmonic elliptic differential inclusion in \begin{document}$ \mathbb R^N $\end{document} . Under various growth conditions on the nonlinearity, new results on existence and multiplicity of solutions are derived. The main tools used in this paper are the nonsmooth version of mountain pass theorem and the generalized gradient for locally Lipschitz functionals.
Keywords:
differential inclusion;
nontrivial solutions;
solutions biharmonic;
multiplicity nontrivial;
existence multiplicity
Journal Title: Communications on Pure and Applied Analysis
Year Published: 2020
Link to full text (if available)
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Journal Title: Communications on Pure and Applied Analysis
Year Published: 2020
Link to full text (if available)
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recommendations!